Week5_DEM_Contours.ipynb

{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "name": "Week5_DEM_Contours.ipynb",
      "provenance": [],
      "authorship_tag": "ABX9TyN9CxQeUC8Wny3utidTYmy9",
      "include_colab_link": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/denizd1/GEOL557_Project/blob/main/Week5_DEM_Contours.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "1De-X6HeiuZi"
      },
      "source": [
        ""
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "tSsi10HuqwBT"
      },
      "source": [
        "# DEM and Hillshade Gird load and visulization"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "BrhmMvVRNcMI",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "05ee1e2f-513c-439f-9c14-e48c275dc470"
      },
      "source": [
        "from google.colab import drive # this mounts Google Drive to this notebook\n",
        "drive.mount('/content/gdrive') # , force_remount=True"
      ],
      "execution_count": 1,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Mounted at /content/gdrive\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "0CE-L6chKauI",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "d4cd327b-030c-4265-8206-852900ab4e8b"
      },
      "source": [
        "%pip install earthpy #package for geospatial data manipulation that is a front end for GeoPandas among others\n",
        "%pip install gdal\n",
        "%pip install elevation"
      ],
      "execution_count": 2,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Collecting earthpy\n",
            "\u001b[?25l  Downloading https://files.pythonhosted.org/packages/2d/ee/30cd183c5b58c967ec52bb3bd8decc0a1798f15c94898b84e6ee6b0baa39/earthpy-0.9.2.tar.gz (1.4MB)\n",
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            "\u001b[?25h  Installing build dependencies ... \u001b[?25l\u001b[?25hdone\n",
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            "  Downloading https://files.pythonhosted.org/packages/cc/0e/d27d6e806d6c0d1a2cfdc5d1f088e42339a0a54a09c3343f7f81ec8947ea/snuggs-1.4.7-py3-none-any.whl\n",
            "Collecting affine\n",
            "  Downloading https://files.pythonhosted.org/packages/ac/a6/1a39a1ede71210e3ddaf623982b06ecfc5c5c03741ae659073159184cd3e/affine-2.3.0-py2.py3-none-any.whl\n",
            "Collecting cligj>=0.5\n",
            "  Downloading https://files.pythonhosted.org/packages/ba/06/e3440b1f2dc802d35f329f299ba96153e9fcbfdef75e17f4b61f79430c6a/cligj-0.7.0-py3-none-any.whl\n",
            "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.6/dist-packages (from python-dateutil>=2.1->matplotlib>=2.0.0->earthpy) (1.15.0)\n",
            "Requirement already satisfied: pytz>=2017.2 in /usr/local/lib/python3.6/dist-packages (from pandas>=0.23.0->geopandas->earthpy) (2018.9)\n",
            "Collecting munch\n",
            "  Downloading https://files.pythonhosted.org/packages/cc/ab/85d8da5c9a45e072301beb37ad7f833cd344e04c817d97e0cc75681d248f/munch-2.5.0-py2.py3-none-any.whl\n",
            "Requirement already satisfied: decorator>=4.3.0 in /usr/local/lib/python3.6/dist-packages (from networkx>=2.0->scikit-image->earthpy) (4.4.2)\n",
            "Building wheels for collected packages: earthpy\n",
            "  Building wheel for earthpy (PEP 517) ... \u001b[?25l\u001b[?25hdone\n",
            "  Created wheel for earthpy: filename=earthpy-0.9.2-cp36-none-any.whl size=1365088 sha256=c60fc2e57d98be2fd16b56dace6673cbbeae447cd0bb7571b38d7a298fbd5a22\n",
            "  Stored in directory: /root/.cache/pip/wheels/27/f9/a5/026bb95ef7b12f9343b842da6897b4001c5b902550095cbbbe\n",
            "Successfully built earthpy\n",
            "Installing collected packages: click-plugins, munch, cligj, fiona, pyproj, geopandas, snuggs, affine, rasterio, earthpy\n",
            "Successfully installed affine-2.3.0 click-plugins-1.1.1 cligj-0.7.0 earthpy-0.9.2 fiona-1.8.18 geopandas-0.8.1 munch-2.5.0 pyproj-3.0.0.post1 rasterio-1.1.8 snuggs-1.4.7\n",
            "Requirement already satisfied: gdal in /usr/lib/python3/dist-packages (2.2.2)\n",
            "Collecting elevation\n",
            "  Downloading https://files.pythonhosted.org/packages/d1/10/1d363c87df7ff295644ced46d61c7c7fc9355a24b741f152584432841f7f/elevation-1.1.0-py3-none-any.whl\n",
            "Collecting fasteners\n",
            "  Downloading https://files.pythonhosted.org/packages/18/bd/55eb2d6397b9c0e263af9d091ebdb756b15756029b3cededf6461481bc63/fasteners-0.15-py2.py3-none-any.whl\n",
            "Collecting click<7.0\n",
            "\u001b[?25l  Downloading https://files.pythonhosted.org/packages/34/c1/8806f99713ddb993c5366c362b2f908f18269f8d792aff1abfd700775a77/click-6.7-py2.py3-none-any.whl (71kB)\n",
            "\u001b[K     |████████████████████████████████| 71kB 5.4MB/s \n",
            "\u001b[?25hCollecting appdirs\n",
            "  Downloading https://files.pythonhosted.org/packages/3b/00/2344469e2084fb287c2e0b57b72910309874c3245463acd6cf5e3db69324/appdirs-1.4.4-py2.py3-none-any.whl\n",
            "Collecting monotonic>=0.1\n",
            "  Downloading https://files.pythonhosted.org/packages/ac/aa/063eca6a416f397bd99552c534c6d11d57f58f2e94c14780f3bbf818c4cf/monotonic-1.5-py2.py3-none-any.whl\n",
            "Requirement already satisfied: six in /usr/local/lib/python3.6/dist-packages (from fasteners->elevation) (1.15.0)\n",
            "\u001b[31mERROR: pip-tools 4.5.1 has requirement click>=7, but you'll have click 6.7 which is incompatible.\u001b[0m\n",
            "Installing collected packages: monotonic, fasteners, click, appdirs, elevation\n",
            "  Found existing installation: click 7.1.2\n",
            "    Uninstalling click-7.1.2:\n",
            "      Successfully uninstalled click-7.1.2\n",
            "Successfully installed appdirs-1.4.4 click-6.7 elevation-1.1.0 fasteners-0.15 monotonic-1.5\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "CsIlLJHVe4TJ"
      },
      "source": [
        ""
      ],
      "execution_count": 2,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "5SvXmU-Bg-Wu"
      },
      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "import earthpy as et\n",
        "import earthpy.plot as ep\n",
        "import earthpy.spatial as es\n",
        "import rasterio as rio\n",
        "import matplotlib.pyplot as plt\n",
        "import matplotlib.cm as cm\n",
        "from osgeo import gdal\n",
        "import elevation \n"
      ],
      "execution_count": 3,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "aKh8N9fqWlQg",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 35
        },
        "outputId": "b65e09e6-1115-4d6d-aa99-b0a0ee7ca0ee"
      },
      "source": [
        "%pwd"
      ],
      "execution_count": 4,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "string"
            },
            "text/plain": [
              "'/content'"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 4
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "emh-vn68hlN3",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "86daecec-c788-4ba5-df67-23a2c7b767ce"
      },
      "source": [
        "#Many issue with CD to the Shared drive location but if I remove the % the cd function seems to work. \n",
        "#However, it may be necessary to cd folder by folder. \n",
        "#cd /content/gdrive/Shared drives/GEOL557_Group_Project/data\n",
        "%cd /content/gdrive/Shared drives/GEOL557_Group_Project/data"
      ],
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "/content/gdrive/Shared drives/GEOL557_Group_Project/data\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "4bOwI-KOXvWh",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "6b801d0c-c0cf-4e5b-89af-9db7a0a22acf"
      },
      "source": [
        "%ls #verify the files"
      ],
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            " AVGVISIB_85S_060M_201608_clp_rs10m.tfw\n",
            " AVGVISIB_85S_060M_201608_clp_rs10m.tif\n",
            " dp_archsis.pdf\n",
            "'dp_sis (1).pdf'\n",
            " polar_south_80_summer_max_sp240m_clp_rs10m1.tfw\n",
            " polar_south_80_summer_max_sp240m_clp_rs10m1.tif\n",
            " polar_south_80_summer_max.txt\n",
            " polar_south_80_sw_max_diff.png\n",
            " polar_south_80_sw_max_diff.txt\n",
            " polar_south_80_winter_min.png\n",
            " polar_south_80_winter_min.txt\n",
            " \u001b[0m\u001b[01;34mShapefiles\u001b[0m/\n",
            " spoledem10m_clp.tfw\n",
            " spoledem10m_clp.tif\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "4pfCtT5AZK6z"
      },
      "source": [
        "with rio.open('spoledem10m_clp.tif') as spDEM10m: #open the geotif file with RasterIO\n",
        "      spDEM10m_np= spDEM10m.read(1)\n"
      ],
      "execution_count": 7,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "S8S3N-VHOmeY",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "e36e769f-d160-4321-a955-f341a0e908ad"
      },
      "source": [
        "spDEM10m "
      ],
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<closed DatasetReader name='spoledem10m_clp.tif' mode='r'>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 8
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "QB1SfvBnYnVc",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "0f95c383-6d38-4628-925d-a0b7322165d3"
      },
      "source": [
        "spDEM10m_np #numpy array "
      ],
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[ -655,  -656,  -656, ...,  -813,  -813,  -813],\n",
              "       [ -655,  -656,  -656, ...,  -812,  -812,  -812],\n",
              "       [ -655,  -656,  -656, ...,  -811,  -811,  -811],\n",
              "       ...,\n",
              "       [-2346, -2347, -2348, ..., -1512, -1512, -1512],\n",
              "       [-2346, -2347, -2348, ..., -1512, -1512, -1511],\n",
              "       [-2346, -2347, -2348, ..., -1510, -1511, -1510]], dtype=int16)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 9
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "-AROPqTzak0p"
      },
      "source": [
        "df_spDEM10m = pd.DataFrame(data=spDEM10m_np) #Numpy array to Pandas dataframe"
      ],
      "execution_count": 10,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "rLfHRfDvcYvW",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 198
        },
        "outputId": "90cee70d-f387-4550-a6bb-ce6184164113"
      },
      "source": [
        "df_spDEM10m.iloc[0:5, 0:10] #look at a corner of the data array"
      ],
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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          },
          "metadata": {
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          "execution_count": 11
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "wYVXHR71diVt",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "9b7a304e-8335-4341-9a06-288c2871187e"
      },
      "source": [
        "df_spDEM10m.info() #get info on the dataframe"
      ],
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 10768 entries, 0 to 10767\n",
            "Columns: 11620 entries, 0 to 11619\n",
            "dtypes: int16(11620)\n",
            "memory usage: 238.7 MB\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "w7xs6OXpgApm"
      },
      "source": [
        "#Plot out data with Matplotlib's 'contour'\n",
        "fig, ax = plt.subplots(figsize=(12, 8))\n",
        "#fig = plt.figure(figsize = (12, 8))\n",
        "ax = fig.add_subplot(111)\n",
        "plt.contour(spDEM10m_np,  levels = list(range(-5000, 5000, 1000))) #, %cmap = 'gray')\n",
        "plt.title(\"Elevation Contours\")\n",
        "cbar = plt.colorbar()\n",
        "plt.gca().set_aspect('equal', adjustable='box')\n",
        "#ax.imshow(hillshade, cmap=\"Greys\", alpha=0.5)\n",
        "ep.plot_bands(\n",
        "    df_spDEM10m,\n",
        "    ax=ax,\n",
        "    cmap=\"gist_earth\",\n",
        "    title=\"DTM Without Hillshade\",\n",
        "    figsize=(12, 8),\n",
        ")\n",
        "plt.show()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "SBZfKS9yqrzR",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 377
        },
        "outputId": "d3e3c7b5-321a-4aa2-ec5f-8de59e055071"
      },
      "source": [
        "# use EarthPy to plot the data with the instructions from this link \n",
        "# https://earthpy.readthedocs.io/en/latest/gallery_vignettes/plot_dem_hillshade.html\n",
        "ep.plot_bands(\n",
        "    df_spDEM10m,\n",
        "    cmap=\"gist_earth\",\n",
        "    title=\"DTM Without Hillshade\",\n",
        "    figsize=(10, 6),\n",
        ")\n",
        "plt.show()"
      ],
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 720x432 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "MHiVlPhyYCtb",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 600
        },
        "outputId": "066eb5a3-8f87-46df-9219-21bca875d672"
      },
      "source": [
        "# Plot the DEM and hillshade at the same time\n",
        "\n",
        "fig, ax = plt.subplots(figsize=(10, 6))\n",
        "ep.plot_bands(\n",
        "    df_spDEM10m,\n",
        "    ax=ax,\n",
        "    cmap=\"terrain\",\n",
        "    title=\"Digital Elevation Model (DEM)\\n overlayed on top of a hillshade\",\n",
        ")\n",
        "ax.imshow(hillshade, cmap=\"Greys\", alpha=0.5)\n",
        "plt.show()"
      ],
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "error",
          "ename": "NameError",
          "evalue": "ignored",
          "traceback": [
            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
            "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
            "\u001b[0;32m<ipython-input-15-2339340aab24>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m()\u001b[0m\n\u001b[1;32m      8\u001b[0m     \u001b[0mtitle\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m\"Digital Elevation Model (DEM)\\n overlayed on top of a hillshade\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      9\u001b[0m )\n\u001b[0;32m---> 10\u001b[0;31m \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mimshow\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mhillshade\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcmap\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m\"Greys\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0malpha\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m0.5\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     11\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mshow\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;31mNameError\u001b[0m: name 'hillshade' is not defined"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 720x432 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "r70ux4KG7-vR"
      },
      "source": [
        ""
      ],
      "execution_count": null,
      "outputs": []
    }
  ]
}